ReferenceΒΆ
This section lists all the GSL functions for which AMPL bindings are generated; the content is mainly extracted from the official GSL documentation.
- Elementary Functions
- Special Functions
- Airy Functions and Derivatives
- Bessel Functions
- Clausen Function
- Coulomb Functions
- Coupling Coefficients
- Dawson Function
- Debye Functions
- Dilogarithm
- Elliptic Integrals
- Error Functions
- Exponential Integrals
- Fermi-Dirac Function
- Gamma and Beta Functions
- Gegenbauer Functions
- Hypergeometric Functions
- Laguerre Functions
- Lambert W Functions
- Legendre Functions and Spherical Harmonics
- Logarithm and Related Functions
- Mathieu Functions
- Power Function
- Psi (Digamma) Function
- Synchrotron Functions
- Transport Functions
- Zeta Functions
- References and Further Reading
- Trigonometric Functions
- Random Number Generation
- Initialization
- Random Number Distributions
- Introduction
- The Gaussian Distribution
- The Gaussian Tail Distribution
- The Exponential Distribution
- The Laplace Distribution
- The Exponential Power Distribution
- The Cauchy Distribution
- The Rayleigh Distribution
- The Rayleigh Tail Distribution
- The Landau Distribution
- The Levy alpha-Stable Distribution
- The Levy skew alpha-Stable Distribution
- The Gamma Distribution
- The Flat (Uniform) Distribution
- The Lognormal Distribution
- The Chi-squared Distribution
- The F-distribution
- The t-distribution
- The Beta Distribution
- The Logistic Distribution
- The Pareto Distribution
- The Weibull Distribution
- The Type-1 Gumbel Distribution
- The Type-2 Gumbel Distribution
- The Poisson Distribution
- The Bernoulli Distribution
- The Binomial Distribution
- The Negative Binomial Distribution
- The Pascal Distribution
- The Geometric Distribution
- The Hypergeometric Distribution
- The Logarithmic Distribution
- References and Further Reading
- Statistics
- Sorting Functions